Many efforts have been devoted to study
Eq.(REF )-(REF ),(REF ) and (REF ),
however, little attention was paid to study Eq.(REF ). In
[1]}, we constructed two types of bounded travelling wave
solutions \(u(\xi ) (\xi =x-ct)\)  to Eq.(REF ), which are defined
on semifinal bounded domains and called kink-like and antikink-like
wave solutions. In this paper, we continue to study the travelling
wave solutions to Eq.(REF ). Following
Vakhnenko and Parkes's strategy in [2]}, we obtain some
periodic and solitary wave solutions \(u(\xi )\)  to
Eq.(REF ) which are defined on \((-\infty , +\infty )\) . The
travelling wave solutions obtained in this paper are obviously
different from those obtained in our previous work [1]}. To
the best of our knowledge, these solutions are new for
Eq.(REF ). Our work may help people to know deeply the
described physical process and possible applications of the
Fornberg-Whitham equation.
